Be attentive in your high school math classes. The seven topics covered on the Math B exam are: numbers and numeration, operations, mathematical reasoning, modeling and multiple representation, uncertainty, measurements and patterns and functions.
Know the formulas and rules used in this exam. Even though there is a formula sheet provided for this test, memorize the formulas for sine, cosine, tangent and their inverses and the laws of cosine and sine.
Learn to use a graphing calculator. This test requires that you solve trigonometric functions, graph functions, exponents, linear regressions, curve fittings and other problems with a graphing calculator. Practice with the calculator. Note that this exam allows students to use graphing calculators, but these devices can't have symbolic manipulation capabilities.
Set aside time to study and review for this intensive exam. Review each of the topics from Step 1 thoroughly. Be sure you can multiply and divide complex numbers, apply transformations on functions, identify isometries and do direct analytical proofs. These can be possible questions on the exam.
Prepare for the test by using study guides which provide content and topic reviews, detailed lessons and practice tests with answers and explanations. Remember that the Math B exam consists of 4 components. Part I has 20 multiple choice questions and Parts II to Part IV are sections in which you must show all your work (diagrams, equations or formulas used, calculations and any explanations of the answers if required).
Take a few practice tests and time yourself to get familiar with the test format. For trigonometry problems, draw diagrams especially when solving problems which involve the resolution of forces. Time yourself to ensure you finish the practice tests in the 3 hours allotted to you for this exam.
Work through each question carefully on the day of the test. When solving problems that involve units of measure, make any necessary conversions. Answer all the questions and check your answers. Use your time wisely. Focus on the problems and questions you know, and then come back to answer the more difficult questions.